Hostname: page-component-76fb5796d-45l2p Total loading time: 0 Render date: 2024-04-27T20:35:40.775Z Has data issue: false hasContentIssue false

Lift alleviation in travelling vortical gusts

Published online by Cambridge University Press:  05 April 2023

Y. Qian
Affiliation:
University of Bath, Bath BA2 7AY, United Kingdom
Z. Wang
Affiliation:
University of Bath, Bath BA2 7AY, United Kingdom
I. Gursul*
Affiliation:
University of Bath, Bath BA2 7AY, United Kingdom
*
*Corresponding author. Email: i.a.gursul@bath.ac.uk

Abstract

Lift alleviation by a mini-spoiler on aerofoils, unswept and swept wings encountering an isolated counter-clockwise vortical gust was investigated by means of force and velocity measurements. The flow separation region behind the spoiler remains little affected during the gust encounter. The maximum lift reduction is found for the static stall angle of attack. The change in the maximum lift during the gust encounter is approximately equal to that in steady freestream. The comparison with plunging aerofoils reveals that, for the same maximum gust and plunge velocity, the effectiveness of the mini-spoiler is much better in travelling gusts. This reveals the importance of the streamwise length scale of the incident gust. For the unswept wing, there is some three-dimensionality of the flow separation induced by the mini-spoiler near the wing tip. The magnitude of the lift reduction can be estimated using the aerofoil data and by making an aspect ratio correction for the reduced effective angle of attack. For the swept wing, the mini-spoiler can disrupt the formation of a leading-edge vortex induced by the incident vortex on the clean wing and can still reduce the maximum lift.

Type
Research Article
Copyright
© The Author(s), 2023. Published by Cambridge University Press on behalf of Royal Aeronautical Society

Access options

Get access to the full version of this content by using one of the access options below. (Log in options will check for institutional or personal access. Content may require purchase if you do not have access.)

References

Heathcote, D.J. Aerodynamic load alleviation using minitabs, PhD Thesis, University of Bath, U.K., 2017.Google Scholar
Gursul, I. Vortex flows on UAVs: Issues and challenges, Aeronaut. J., 2004, 108, (1090), pp 597610.CrossRefGoogle Scholar
Theodorsen, T. General theory of aerodynamic instability and the mechanism of flutter, NACA-TR-496, 1949.Google Scholar
Sears, W.R. Some aspects of non-stationary airfoil theory and its practical application, J. Aeronaut. Sci., 1941, 8, (3), pp 104108.CrossRefGoogle Scholar
Cordes, U., Kampers, G., Meißner, T., Tropea, C., Peinke, J. and Hölling, M. Note on the limitations of the Theodorsen and Sears functions, J. Fluid Mech., 2017, (811).CrossRefGoogle Scholar
Wei, N.J., Kissing, J., Wester, T.T., Wegt, S., Schiffmann, K., Jakirlic, S., Holling, M., Peinke, J. and Tropea, C. Insights into the periodic gust response of airfoils, J. Fluid Mech., 2019, 876, pp 237263.CrossRefGoogle Scholar
Fernandez, F., Cleaver, D. and Gursul, I. Unsteady aerodynamics of a wing in a novel small-amplitude transverse gust generator, Exp. Fluids, 2021, 62, (1), pp 120.CrossRefGoogle Scholar
McCroskey, W.J. Unsteady airfoils, Annu. Rev. Fluid Mech., 1982, 14, (1), pp 285311.CrossRefGoogle Scholar
Gilman, J. Jr and Bennett, R.M. A wind-tunnel technique for measuring frequency-response functions for gust load analyses, J. Aircr., 1966, 3, (6), pp 535540.CrossRefGoogle Scholar
Booth, E.R. Jr and Yu, J.C. Two-dimensional blade-vortex flow visualization investigation, AIAA J., 1986, 24, (9), pp 14681473.CrossRefGoogle Scholar
Wilder, M.C. and Telionis, D.P. Parallel blade–vortex interaction, J. Fluids Struct., 1998, 12, (7), pp 801838.CrossRefGoogle Scholar
Brion, V., Lepage, A., Amosse, Y., Soulevant, D., Senecat, P., Abart, J.C. and Paillart, P. Generation of vertical gusts in a transonic wind tunnel, Exp. Fluids, 2015, 56, (7), pp 116.CrossRefGoogle Scholar
Wei, N.J., Kissing, J. and Tropea, C. Generation of periodic gusts with a pitching and plunging airfoil, Exp. Fluids, 2019, 60, (11), pp 120.CrossRefGoogle Scholar
Wu, Z., Bangga, G., Lutz, T., Kampers, G. and Hölling, M. Insights into airfoil response to sinusoidal gusty inflow by oscillating vanes, Phys. Fluids, 2020, 32, (12), p 125107.CrossRefGoogle Scholar
Jones, W.P. and Moore, J.A. Flow in the wake of a cascade of oscillating airfoils, AIAA J., 1972, 10, (12), pp 16001605.CrossRefGoogle Scholar
Bicknell, J. and Parker, A. A wind-tunnel stream oscillation apparatus, J. Aircr., 1972, 9, (6), pp 446447.CrossRefGoogle Scholar
Peng, D. and Gregory, J.W. Vortex dynamics during blade-vortex interactions, Phys. Fluids, 2015, 27, (5), p 053104.CrossRefGoogle Scholar
Peng, D. and Gregory, J.W. Asymmetric distributions in pressure/load fluctuation levels during blade-vortex interactions, J. Fluids Struct., 2017, 68, pp 5871.CrossRefGoogle Scholar
Qian, Y., Wang, Z. and Gursul, I. Interaction of quasi-two-dimensional vortical gusts with airfoils, unswept and swept wings, Exp. Fluids, 2022, 63, (8), pp 125.CrossRefGoogle Scholar
Wooding, C.L. and Gursul, I. Unsteady aerodynamics of low aspect ratio wings at low Reynolds numbers, Royal Aeronautical Society Aerospace Aerodynamics Research Conference, London, June 2003.Google Scholar
Holmes, D.W. Lift and measurements in an aerofoil in unsteady flow, Turbo Expo Power Land Sea Air, 1973, 79801, p V001T01A041.Google Scholar
Yen Nakafuji, D.T., van Dam, C.P., Michel, J. and Morrison, P. Load control for turbine blades: a non-traditional microtab approach, Wind Energy Symp., 2002, 7476, pp 321330.Google Scholar
Baker, J.P., Standish, K.J. and van Dam, C.P. Two-dimensional wind tunnel and computational investigation of a microtab modified airfoil, J. Aircr., 2007, 44, (2), pp 563572.CrossRefGoogle Scholar
Cooperman, A.M., Chow, R. and van Dam, C.P. Active load control of a wind turbine airfoil using microtabs, J. Aircr., 2013, 50, (4), pp 11501158.CrossRefGoogle Scholar
Heathcote, D.J., Gursul, I. and Cleaver, D.J. Aerodynamic load alleviation using minitabs, J. Aircr., 2018, 55, (5), pp 20682077.CrossRefGoogle Scholar
Heathcote, D.J., Gursul, I. and Cleaver, D.J. Dynamic deployment of a minitab for aerodynamic load control, J. Aircr., 2020, 57, (1), pp 4161.CrossRefGoogle Scholar
Blaylock, M., Chow, R., Cooperman, A. and van Dam, C.P. Comparison of pneumatic jets and tabs for active aerodynamic load control, Wind Energy, 2014, 17, (9), pp 13651384.Google Scholar
Al-Battal, N.H., Cleaver, D.J. and Gursul, I. Lift reduction by counter flowing wall jets, Aerosp. Sci. Technol., 2018, 78, pp 682695.CrossRefGoogle Scholar
Al-Battal, N.H., Cleaver, D.J. and Gursul, I. Unsteady actuation of counter-flowing wall jets for gust load attenuation, Aerosp. Sci. Technol., 2019, 89, pp 175191.CrossRefGoogle Scholar
Tan, Y. and Glezer, A. Bi-directional control of airfoil’s aerodynamic loads at low angles of attack using fluidic actuation, AIAA Scitech 2019 Forum, San Diego, California, January 2019, p 0889.CrossRefGoogle Scholar
Li, Y. and Qin, N. Airfoil gust load alleviation by circulation control, Aerosp. Sci. Technol., 2020, 98, p 105622.CrossRefGoogle Scholar
Li, Y. and Qin, N. Gust load alleviation by normal microjet, Aerosp. Sci. Technol., 2021, 117, p 106919.CrossRefGoogle Scholar
Kearney, J. and Glezer, A. Aero-effected flight control using distributed active bleed, 41st AIAA Fluid Dynamics Conference and Exhibit, Honolulu, Hawaii, June 2011, p 3099.CrossRefGoogle Scholar
DeSalvo, M., Heathcote, D., Smith, M.J. and Glezer, A. Direct lift control using distributed aerodynamic bleed, AIAA SciTech 2019 Forum, San Diego, California, January 2019, p 0591.CrossRefGoogle Scholar
Bull, S., Chiereghin, N., Cleaver, D.J. and Gursul, I. Novel approach to leading-edge vortex suppression, AIAA J., 2020, 58, (10), pp 42124227.CrossRefGoogle Scholar
Corke, T.C. and Thomas, F.O. Dynamic stall in pitching airfoils: Aerodynamic damping and compressibility effects, Annu. Rev. Fluid Mech., 2015, 47, pp 479505.CrossRefGoogle Scholar
Greenblatt, D. and Wygnanski, I. Dynamic stall control by periodic excitation, part 1: NACA 0015 parametric study, J. Aircr., 2001, 38, (3), pp 430438.CrossRefGoogle Scholar
Greenblatt, D., Nishri, B., Darabi, A. and Wygnanski, I. Dynamic stall control by periodic excitation, part 2: Mechanisms, J. Aircr., 2001, 38, (3), pp 439447.CrossRefGoogle Scholar
Karim, M.A. and Acharya, M. Suppression of dynamic-stall vortices over pitching airfoils by leading-edge suction, AIAA J., 1994, 32, (8), pp 16471655.CrossRefGoogle Scholar
Post, M.L. and Corke, T.C. Separation control using plasma actuators: dynamic stall vortex control on oscillating airfoil, AIAA J., 2006, 44, (12), pp 31253135.CrossRefGoogle Scholar
Visbal, M.R. and Garmann, D.J. Mitigation of dynamic stall over a pitching finite wing using high-frequency actuation, AIAA J., 2020, 58, (1), pp 615.CrossRefGoogle Scholar
Chiereghin, N., Cleaver, D.J. and Gursul, I. Unsteady lift and moment of a periodically plunging airfoil, AIAA J., 2019, 57, (1), pp 208222.CrossRefGoogle Scholar
Chiereghin, N., Bull, S., Cleaver, D.J. and Gursul, I. Three-dimensionality of leading-edge vortices on high aspect ratio plunging wings, Phys. Rev. Fluids, 2020, 5, (6), p 064701.CrossRefGoogle Scholar
Cleaver, D.J., Wang, Z., Gursul, I. and Visbal, M.R. Lift enhancement by means of small-amplitude airfoil oscillations at low reynolds numbers, AIAA J., 49, (9), pp 20182033.CrossRefGoogle Scholar
Son, O., Gao, A.K., Gursul, I., Cantwell, C.D., Wang, Z. and Sherwin, S.J. Leading-edge vortex dynamics on plunging airfoils and wings, J. Fluid Mech., 2020, (940).Google Scholar